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The University of Melbourne
Department of Finance
Special Final Exam

扫一扫又不会怀孕，扫一扫，作业无烦恼。

FNCE20005 CORPORATE FINANCIAL DECISION MAKING代写代考exam
Semester TWO, 2021
Exam Duration: Three (3) Hours writing time
15 minutes reading time
30 minutes upload time (Section B – Gradescope only)

跨年即将到来，小编的键盘一直没有停歇，是的，从今年的一月一号开始，没有半天是停滞的状态！今年绝对是爆单的一年，高开高走的一年，感谢所有老客户的支持，感觉再劳累也是值得的！

此门课小编这里一共接过两次，一次是正式的exam，一次是resit exam，大约助攻过6名同学过关。主要特点是选择题分值特别高，计算复杂，会花费一半以上的考试时间！

  • Pinder Ltd has the option of borrowing-to-buy the truck or to lease the truck, where the lease payment is $25,000 per year and would be due in advance each year. Should Pinder Ltd lease or borrow to buy?
  • Assuming that the appropriate discount rate for the evaluation is 11% per annum (after-tax), what takeover premium (measured as a percentage of current share price) would Diacono Ltd have to offer Midgley Ltd shareholders in order to split the gain equally between the two shareholder groups? (Show all your work. Answer must be handwritten)
  • After the bid, there will be 15m + X shares where X = the number of shares issued to HRU shareholders.
    X / [15m + X] = 0.159515 => X = 2.846838m
    There were 1.2 million HRU shares, therefore the exchange ratio is 2.372365 FPI shares for 1
    HRU share.
  • it can be difficult to specify the distribution of values that a variable might take – which is exactly what is required for an analyst to arrive at their “optimistic” and “pessimistic” values.
  • We use the indirect method in calculating the cash flow from operating activities. We start from net income and add back non-cash expenses such as depreciation and amortization, and adjust for change in working capital.
  • Non-Linear Taxes
    •Most tax codes in the world are progressive, i.e. convex.
    •Tax rate is higher for higher pre-tax income.
    •Reduction in volatility of taxable income can lower expected aggregate taxes for firms with convex effective tax functions.
    •By reducing the effective long-term average tax rate, any strategies that reduce volatility in reported earnings may enhance shareholder value.
  • The Impact of Taxes on Capital Structure under an Imputation Tax System
    •Under the imputation tax system, company taxes and personal taxes are integrated. The imputation tax system is designed to eliminate the double taxation problem that exists with the classical tax system. Let’s look at Susan’s taxes, this time under the imputation tax system.

by ·网红稳稳代写代做assignment考试作业Math 542: Stochastic Processes已关闭评论

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转眼间已经进入2021年份的最后一个月，今年总结起来就是变幻动荡的一年，也是业务暴增的一年，实现了很多心中埋藏许久的小目标，相信明年的业务量会更多，会需要更多的经历来处理代写订单。人生就是这样，向上的道路会越来越难走。饭一口一口吃，自己加油！

  • 在第五题的答案中，我们应该注意On default, we assume that the loss is 1R, where R is a xed recovery of par/notational. If t = , then we write the time to default in terms of the inverse cumulative distribution
  • Express the joint density function of W2;W4;W6 in terms of the transition density function
    of (Wt; t  0):
  • Topic 2b): (One-dimensional) Brownian Motion Process Compute the probability density function of W4 conditional on W2 = 0 and W6 = 0:
  • Topic 3): Stochastic Integration, It^o Formula, Stochastic Di erential Equations, and Girsanov Transformation代写
  • Thus, process M is martingale with respect to the natural ltration of N (cf. Exercise
    4 below). This is the result that you already know (cf. Topic 2a), Remark 3.7.
  • To get some practice, you may start from verifying the martingale property for s = 0; that is,
    verifying that for any t  0 we have that
  • Determine the long run probability that a failure occurs in a given period. Determine the long
    run probability that the component operating in any time period is two units of time old.
  • The lifetimes of consecutive components are independently distributed. Thus, the process X de ned as:
    Xn = the age of the component in service at time n
    is a Markov chain. By convention, we set Xn = 0 at the time of failure.
  • The long run probability that a failure occurs in a given period is (0) = 10=23: The long run
    probability that the component operating in any time period is two units of time old is (2) = 4=23:
  • Let Xn; n = 0; 1; 2; : : : ; be a time homogeneous Markov chain de ned on the probability
    space (
    ;F;P) and taking values in the nite state space S. Verify that for any k = 1; 2; : : : ; and any
    i; j; ` 2 S it holds that